{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "之前写着玩的求单自由度系统地震响应的动力积分python代码，今天整理了下发出来共享下。\n",
    "\n",
    "包括的动力积分方法有 杜哈梅积分，OpenSees版的Newmarks法，自己实现的Newmarks法，精确解法，显式差分法，快速傅里叶变换法。\n",
    "\n",
    "最后对各种方法作了总结，包括计算精度，计算效率。\n",
    "\n",
    "依赖numpy实现，参考书籍有 《结构抗震分析》曲哲老师译；乔普拉教授的结构动力学教程第五版。\n",
    "\n",
    "最后，我使用了一个神奇的3D绘图库 vedo，简单实现了一个弹簧系统的地震响应的动画演示。这个库非常不错，后续可能改用该库开发 OpenSeesPy的可视化脚本。\n",
    "\n",
    "能力有限，理解可能有偏差，代码可能有更好的实现，代码可能有误，有问题请及时纠正。😃最后，推荐你用 FFT变换，更快更准，求反应谱会更爽。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import time \n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "plt.style.use('ggplot')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 加载地震波"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1152x360 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 加载地面运动，第1列为时间，第2列为数据，单位g\n",
    "GM = np.loadtxt('ELCENTRO_EW.txt')\n",
    "ts = GM[:, 0]\n",
    "acc = GM[:, 1]\n",
    "dt = ts[1] - ts[0]\n",
    "\n",
    "# 绘图\n",
    "fig, ax = plt.subplots(figsize=(16,5))\n",
    "ax.plot(ts, acc, c='#ed1b2e', lw=1.5)\n",
    "ax.set_xlabel('Time (s)', fontsize=20)\n",
    "ax.set_ylabel('acc (g)', fontsize=20)\n",
    "ax.set_xlim(-2, 55)\n",
    "ax.set_xticks(np.linspace(0,55,12))\n",
    "ax.tick_params(labelsize=15)\n",
    "plt.show();"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 设置单自由度系统特性"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "# 设置单自由度特性\n",
    "T = 0.5              # 周期\n",
    "wn = 2 * np.pi / T   # 无阻尼圆频率\n",
    "xi = 0.05            # 阻尼比\n",
    "wd = wn * np.sqrt(1 - xi ** 2)  # 有阻尼原频率\n",
    "g = 9.81   # 重力加速度 m/s2"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 杜哈梅积分 (Duhamel's integral)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "首先定义单位脉冲响应函数，具体的公式可参见《结构抗震分析》和《结构动力学》，\n",
    "\n",
    "这里需要注意以下，在《结构抗震》中荷载是地面加速度$\\ddot{u}_g$，在《结构动力学》中是定义的是力$p$,\n",
    "只需要把$p = -m\\ddot{u}_g$ 代入，也就是把地面加速度转换为惯性力，就可以得到相同的公式。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "# 单位地面加速度脉冲函数 见 结构抗震分析 曲哲 Eq.1.119\n",
    "def hd(t):  # 单位脉冲位移响应函数\n",
    "    return -1 / wd * np.exp(-xi * wn * t) * np.sin(wd * t)\n",
    "def hv(t):  # 单位脉冲速度响应函数，hd(t)的一阶导数\n",
    "    return xi * wn / wd  * np.exp(-xi * wn * t) * np.sin(wd * t) - np.exp(-xi * wn * t) * np.cos(wd * t)\n",
    "def ha(t):  # 单位脉冲加速度响应函数，hd(t)的二阶导数\n",
    "    return -xi**2 * wn**2 / wd  * np.exp(-xi * wn * t) * np.sin(wd * t) + \\\n",
    "            xi * wn * np.exp(-xi * wn * t) * np.cos(wd * t) - \\\n",
    "            (-xi * wn * np.exp(-xi * wn * t) * np.cos(wd * t) - wd * np.exp(-xi * wn * t) * np.sin(wd * t))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "单位地面加速度脉冲激励下的自由振动，重现图1.38"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 576x360 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 单位地面加速度脉冲激励下的自由振动，重现图1.38\n",
    "tn = np.linspace(0, 6, 1001)\n",
    "fig, ax = plt.subplots(figsize=(8,5))\n",
    "ax.plot(tn, hd(tn), c='#0099e5', lw=3)\n",
    "ax.plot(tn, -1 / wd * np.exp(-xi * wn * tn), lw=2, ls='--', c='#ff4c4c')\n",
    "ax.plot(tn, 1 / wd * np.exp(-xi * wn * tn), lw=2, ls='--', c='#ff4c4c')\n",
    "ax.hlines(0, 0, 10, color='black')\n",
    "ax.set_xlabel('Time (s)', fontsize=20)\n",
    "ax.set_ylabel('disp', fontsize=20)\n",
    "ax.set_xlim(0, 6)\n",
    "ax.tick_params(labelsize=15)\n",
    "plt.show();"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 利用duhamel积分求解地面加速度响应"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "注意我这里循环使用了数值积分来计算卷积，计算效率很低，有没有更好的实现呢？反正我暂时没想到，希望有大佬改进一下。😜"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "# 利用duhamel积分求解地面加速度响应\n",
    "def duhamel(ts, acc, n_samples=10):\n",
    "    \"\"\"\n",
    "    ts: 地震波的时间数组\n",
    "    acc: 地震波的加速度时间序列值\n",
    "    n_samples: 求积分所用的采样加密倍数,越大意味着加速度序列被加密采样\n",
    "    \"\"\"\n",
    "\n",
    "    t_min = np.min(ts)\n",
    "    t_max = np.max(ts)\n",
    "    t_new = np.linspace(t_min, t_max, (len(ts) - 1) * n_samples)\n",
    "    acc_new = np.interp(t_new, ts, acc)  # 线性插值\n",
    "    \n",
    "    u = []\n",
    "    v = []\n",
    "    a = []\n",
    "    # 卷积数值积分\n",
    "    for i, t_ in enumerate(ts):\n",
    "        idx = t_new <= t_\n",
    "        du = acc_new[idx] * hd(t_ - t_new[idx])\n",
    "        dv = acc_new[idx] * hv(t_ - t_new[idx])\n",
    "        #da = acc_new[idx] * ha(t_ - t_new[idx])\n",
    "        u_ = np.trapz(du, t_new[idx])\n",
    "        v_ = np.trapz(dv, t_new[idx])\n",
    "        #a_ = np.trapz(da, t_new[idx]) - acc[i] \n",
    "        a_ = -2*xi*wn*v_ - wn**2*u_ - acc[i]  # 代入动力方程求解加速度\n",
    "        u.append(u_)\n",
    "        v.append(v_)\n",
    "        a.append(a_)\n",
    "    return np.array(u), np.array(v), np.array(a)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 精确解法"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "所谓的精确解法在《结构抗震分析中》称为 Nigam-Jennings法(127页，原书公式有误，勘误见曲老师公众号)。\n",
    "在《结构动力学》中称的是 基于激励插值的方法（interpolation of excitation，159页5.2节)。\n",
    "这个方法就是认为激励在一个时间步内线性变化，从而利用线性激励下的精确公式解建立递推关系。\n",
    "如果把 $p = -m\\ddot{u}_g$ 代入，两本书其实可以得到一样的解，也可以发现 《结构抗震分析中》中的错误地方。\n",
    "\n",
    "由于地震加速度是离散采样的，在每个时间步内我们一般就是当作线性变化的，所以这个方法可以认为是精确解（对于线性系统）。\n",
    "\n",
    "下面是相应的函数："
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "#  利用精确解法\n",
    "def nigam_jennings(dt, acc):\n",
    "    \"\"\"\n",
    "    dt: 时间步；\n",
    "    acc: 加速度序列。\n",
    "    \"\"\"\n",
    "    a11 = np.exp(-xi*wn*dt)*(xi/np.sqrt(1-xi**2)*np.sin(wd*dt)+np.cos(wd*dt))\n",
    "    a12 = np.exp(-xi*wn*dt)/wd*np.sin(wd*dt)\n",
    "    a21 = - wn / np.sqrt(1-xi**2) * np.exp(-xi*wn*dt)*np.sin(wd*dt)\n",
    "    a22 = np.exp(-xi*wn*dt)*(np.cos(wd*dt)-xi/ np.sqrt(1-xi**2)*np.sin(wd*dt))\n",
    "    b11 = np.exp(-xi*wn*dt)*(((2*xi**2-1)/wn**2/dt+xi/wn)*np.sin(wd*dt)/wd+(2*xi/wn**3/dt+1/wn**2)*np.cos(wd*dt)) - 2*xi/wn**3/dt\n",
    "    b12 = -np.exp(-xi*wn*dt)*(((2*xi**2-1)/wn**2/dt)*np.sin(wd*dt)/wd+2*xi/wn**3/dt*np.cos(wd*dt))-1/wn**2+2*xi/wn**3/dt\n",
    "    b21 = -1/wn**2*(-1/dt+np.exp(-xi*wn*dt)*((wn/ np.sqrt(1-xi**2)+xi/dt/ np.sqrt(1-xi**2))*np.sin(wd*dt)+1/dt*np.cos(wd*dt)))\n",
    "    b22 = -1/wn**2/dt * (1-np.exp(-xi*wn*dt)*(xi / np.sqrt(1-xi**2)*np.sin(wd*dt)+np.cos(wd*dt)))\n",
    "    d = [0]\n",
    "    v = [0]\n",
    "    a = [-acc[0]]\n",
    "    for i in range(len(acc) - 1):\n",
    "        d_ = a11 * d[i] + a12 * v[i] + b11 * acc[i] + b12 * acc[i+1]\n",
    "        v_ = a21 * d[i] + a22 * v[i] + b21 * acc[i] + b22 * acc[i+1]\n",
    "        a_ = -acc[i+1] - wn**2*d_ - 2*xi*wn*v_\n",
    "        d.append(d_)\n",
    "        v.append(v_)\n",
    "        a.append(a_)\n",
    "    return np.array(d), np.array(v), np.array(a)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "d1,v1,a1 = duhamel(ts, acc*g, n_samples=5)  #  加大 n_samples 会更精确，但是计算时间会更高, 但是似乎 n_samples 一定后 误差会饱和，这应该是数值积分误差了\n",
    "d2,v2,a2 = nigam_jennings(dt, acc*g)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "画图比较一下二者的结果，右边是二者相减的结果，而且你也可以改变 duhamel函数中n_samples值，你会发现n_samples越大，二者差距越小。\n",
    "\n",
    "而且，我们也可以发现，位移的差距很小，但是速度和加速度的差距相比位移大一些。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1800x720 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axs = plt.subplots(3,2,figsize=(25,10))\n",
    "plot_obj = [(d1,d2), (v1,v2), (a1,a2)]\n",
    "ylabels = [\"d\",\"v\",\"a\"]\n",
    "for i in range(3):\n",
    "    ax = axs[i]\n",
    "    ax[0].plot(ts,plot_obj[i][0], lw=2, alpha=0.6)\n",
    "    ax[0].plot(ts,plot_obj[i][1], lw=2, ls='--', alpha=1)\n",
    "    ax[1].plot(ts, plot_obj[i][1]-plot_obj[i][0])\n",
    "    for ax_ in ax:\n",
    "        ax_.set_ylabel(ylabels[i], fontsize=20)\n",
    "        ax_.tick_params(labelsize=15)\n",
    "axs[2,0].set_xlabel('Time (s)', fontsize=20)\n",
    "axs[2,1].set_xlabel('Time (s)', fontsize=20)\n",
    "axs[0,0].set_title('Time Series', fontsize=25)\n",
    "axs[0,1].set_title('Error', fontsize=25)\n",
    "plt.show();"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 利用 OpenSeesPy 中的 纽马克积分方案"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "话不多说，直接上代码。\n",
    "\n",
    "细心的你，会发现我没有用recorder函数来生成结果文件再读取，我直接用的内部函数提取的结果。\n",
    "因为IO会显著增加计算时间，对于要分析很多模型的话，建议使用函数提取结果，不要读写文件，非常慢！"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "import openseespy.opensees as op\n",
    "\n",
    "def opensees_():\n",
    "    mass = 10   # 随意设置一个质量即可\n",
    "    k = wn**2 *mass\n",
    "    alpha_m = 2 * xi * wn\n",
    "    op.wipe()\n",
    "    op.model('basic', '-ndm', 1, '-ndf', 1)\n",
    "    op.node(1, 0)\n",
    "    op.fix(1, 1)\n",
    "    op.node(2, 0)\n",
    "    op.mass(2, mass, 0., 0.)\n",
    "    op.uniaxialMaterial('Elastic', 1, k)\n",
    "    op.element('zeroLength', 1, 1, 2, \"-mat\", 1, \"-dir\", 1, '-doRayleigh', 1)\n",
    "    op.rayleigh(alpha_m, 0, 0, 0)\n",
    "    op.timeSeries('Path', 1, '-dt', ts[1]-ts[0], '-values', *acc)\n",
    "    op.pattern('UniformExcitation', 1, 1, '-accel', 1, '-fact', g)\n",
    "    op.wipeAnalysis()\n",
    "\n",
    "    op.algorithm('Linear')\n",
    "    op.system('SparseGeneral')\n",
    "    op.numberer('RCM')\n",
    "    op.constraints('Transformation')\n",
    "    op.integrator('Newmark', 0.5, 1/6)   # 这个参数取值对应 线性加速度法\n",
    "    op.analysis('Transient')\n",
    "    op.test('EnergyIncr', 1e-10, 10, 0, 2)\n",
    "    d = [0]\n",
    "    v = [0]\n",
    "    a = [0]\n",
    "    for _ in range(len(ts)-1):\n",
    "        op.analyze(1, dt)\n",
    "        d.append(op.nodeDisp(2, 1))   # 读取结果\n",
    "        v.append(op.nodeVel(2,1))    # 读取结果\n",
    "        a.append(op.nodeAccel(2, 1)) # 读取结果\n",
    "    return np.array(d), np.array(v), np.array(a)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 中心差分法"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "显式差分特别依赖于时间步，越小越精确。为了对地震波重采样，定义了一个alpha参数来缩小时间步，和duhamel函数中n_samples参数作用差不多。只不过反着来的。哈哈😏"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "# 显示差分法\n",
    "def central_difference(dt, acc, alpha=1):\n",
    "    # 重新插值\n",
    "    n = len(acc)\n",
    "    ts = np.linspace(0, (n-1)*dt, n)   # 原始时间\n",
    "\n",
    "    dt = dt * alpha\n",
    "    ts_new = np.arange(0, ts[-1]+dt, dt)\n",
    "\n",
    "    acc_new = np.interp(ts_new, ts, acc)\n",
    "\n",
    "    acc0 = -acc[0]\n",
    "    x_01 = dt**2 / 2 * acc0\n",
    "    k_hat = 1 / dt**2 + wn * xi / dt\n",
    "    a = 1 / dt**2 - wn * xi / dt\n",
    "    b = wn**2 - 2 / dt**2\n",
    "\n",
    "    x = [0]\n",
    "    v = [0]\n",
    "    aa = [acc0]\n",
    "\n",
    "    # i = 0\n",
    "    p = -acc[0] - a * x_01 - b * x[0]\n",
    "    v.append((p/k_hat - x_01) / 2 / dt)\n",
    "    aa.append((p/k_hat - 2 * x[0] + x_01) / dt**2)\n",
    "    x.append(p/k_hat)\n",
    "    x_new = x.copy()\n",
    "\n",
    "    for i in range(1, len(ts_new)-1):\n",
    "        p = -acc_new[i] - a * x_new[i-1] - b * x_new[i]\n",
    "        x_new.append(p/k_hat)\n",
    "        if ts_new[i+1] in ts[2:]:\n",
    "            v.append((p/k_hat - x_new[i-1]) / 2 / dt)\n",
    "            aa.append((p/k_hat - 2 * x_new[i] + x_new[i-1]) / dt**2)\n",
    "            x.append(p/k_hat)\n",
    "    return np.array(x), np.array(v), np.array(aa)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Newmark"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Newmark 大法好，定义不同的 gamma，beta对应不同的时间步内加速度响应假定。具体请参见动力学教程\n",
    "\n",
    "注意在OpenSees中我们使用了 0.5, 1/6 这俩值，对应线性加速度方法，0.5和1/4则是常加速度方法。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Newmarks\n",
    "def Newmark(dt, acc, gamma=0.5, beta=1/6):\n",
    "    acc0 = -acc[0]\n",
    "    a1 = 1/beta/dt**2 + gamma/beta/dt*2*xi*wn\n",
    "    a2 = 1/beta/dt+(gamma/beta-1)*2*xi*wn\n",
    "    a3 = (1/2/beta-1) + dt*(gamma/2/beta-1)*2*xi*wn\n",
    "    k_hat = wn**2 + a1\n",
    "    x = [0]\n",
    "    v = [0]\n",
    "    a = [acc0]\n",
    "    for i in range(len(acc)-1):\n",
    "        acc_temp = -acc[i+1] + a1 * x[i] + a2*v[i] + a3*a[i]\n",
    "        x.append(acc_temp/k_hat)\n",
    "        v.append(gamma/beta/dt*(x[i+1]-x[i])+(1-gamma/beta)*v[i]+dt*(1-gamma/2/beta)*a[i])\n",
    "        a.append(1/beta/dt**2*(x[i+1]-x[i])-1/beta/dt*v[i]-(1/2/beta-1)*a[i])\n",
    "    return np.array(x), np.array(v), np.array(a)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 快速傅里叶变换"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "最后就是快速傅里叶变换了，他先把时间序列从时域变换到频域中，然后在频域中运算，最后再通过傅里叶逆变换到时域中。\n",
    "至于快不快速，最后在比较吧。（注：快速字眼是傅里叶变换的计算机解法）\n",
    "\n",
    "至于频域里面怎么计算的，就是基于这个公式：\n",
    "$$U(\\omega) = H(\\omega) * P(\\omega) $$\n",
    "其中 $U(\\omega)$是位移响应的傅里叶变换， $H(\\omega)$叫传递函数， $P(\\omega)$是荷载力的傅里叶变换。\n",
    "至于速度和加速度 $V(\\omega)=U(\\omega) * \\omega j$， j代表复数单位，$A(\\omega)=-\\omega^2 U(\\omega) $"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "# 快速傅里叶变换\n",
    "def fftsdof(dt, acc):\n",
    "    n = len(acc)\n",
    "    Nfft =  int(2 ** np.ceil(np.log2(n)))\n",
    "    af = np.fft.fft(acc, Nfft)  #对地震动加速度序列作傅里叶变换\n",
    "    f = np.fft.fftfreq(Nfft, d=dt) # 离散频率点\n",
    "    omega = 2.0 * np.pi * f\n",
    "    H = 1 / (omega**2 -2 * omega * xi * wn * 1j - wn**2)   # 传递函数\n",
    "    u = np.fft.ifft(af * H).real # 快速Fourier逆变换并取实部\n",
    "    v = np.fft.ifft(af * omega * H * 1j).real # 快速Fourier逆变换并取实部\n",
    "    a = np.fft.ifft(-af * omega ** 2 * H).real # 快速Fourier逆变换并取实部\n",
    "    u = u[:n]\n",
    "    v = v[:n]\n",
    "    a = a[:n]\n",
    "    return np.array(u),np.array(v),np.array(a)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 运行各函数"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "excute_time = []   # 运行时间列表\n",
    "\n",
    "n_samples = 1  # duhamel几分中加密，越大越精确，改成10试试\n",
    "alpha = 1  # central_difference中的加密参数，越小越精确，改成0.1试试\n",
    "\n",
    "t1 = time.time()\n",
    "d1,v1,a1 = duhamel(ts, acc*g, n_samples=n_samples)\n",
    "t2 = time.time()\n",
    "excute_time.append(t2 - t1)\n",
    "\n",
    "t1 = time.time()\n",
    "d2,v2,a2 = nigam_jennings(dt, acc*g)\n",
    "t2 = time.time()\n",
    "excute_time.append(t2 - t1)\n",
    "\n",
    "t1 = time.time()\n",
    "d3, v3, a3 = opensees_()\n",
    "t2 = time.time()\n",
    "excute_time.append(t2 - t1)\n",
    "\n",
    "t1 = time.time()\n",
    "d4,v4,a4 = central_difference(dt, acc*g, alpha=alpha)  # 把原来的步长缩小至0.1倍试试，可以改变其他值看看效果，越小计算量越大\n",
    "t2 = time.time()\n",
    "excute_time.append(t2 - t1)\n",
    "\n",
    "t1 = time.time()\n",
    "d5,v5,a5 = Newmark(dt, acc*g, gamma=0.5, beta=1/6)\n",
    "t2 = time.time()\n",
    "excute_time.append(t2 - t1)\n",
    "\n",
    "t1 = time.time()\n",
    "d6,v6,a6 = Newmark(dt, acc*g, gamma=0.5, beta=0.25)\n",
    "t2 = time.time()\n",
    "excute_time.append(t2 - t1)\n",
    "\n",
    "t1 = time.time()\n",
    "d7,v7,a7 = Newmark(dt, acc*g, gamma=0.5, beta=1/8)\n",
    "t2 = time.time()\n",
    "excute_time.append(t2 - t1)\n",
    "\n",
    "t1 = time.time()\n",
    "d8,v8,a8 = Newmark(dt, acc*g, gamma=0.5, beta=0.0001)\n",
    "t2 = time.time()\n",
    "excute_time.append(t2 - t1)\n",
    "\n",
    "t1 = time.time()\n",
    "d9,v9,a9 = fftsdof(dt, acc*g)\n",
    "t2 = time.time()\n",
    "excute_time.append(t2 - t1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 时间序列比较"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1152x864 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_obj = [[d1,d2,d3,d4,d5,d6,d7,d8,d9],[v1,v2,v3,v4,v5,v6,v7,v8,v9],[a1,a2,a3,a4,a5,a6,a7,a8,a9]]\n",
    "ylabels = ['d',\"v\", 'a']\n",
    "fig, axs = plt.subplots(3,1, figsize=(16,12))\n",
    "for i in range(3):\n",
    "    ax = axs[i]\n",
    "    for j, dva in enumerate(plot_obj[i]):\n",
    "        ax.plot(ts,dva, lw=2, alpha=1-j*0.1, zorder=j)\n",
    "    ax.set_ylabel(ylabels[i], fontsize=20)\n",
    "    ax.tick_params(labelsize=15)\n",
    "axs[-1].set_xlabel('Time (s)', fontsize=20)\n",
    "plt.show();"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "似乎都差不多，看不出来啥"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 方法误差比较"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "我们以精确法为基准，进行各类方法的误差比较，误差定义为均方根误差MSE，就是先相减再平方再求和再平均再开根方 😥"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1152x864 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sdof_d = [d1,d3,d4,d5,d6,d7,d8,d9]\n",
    "sdof_v = [v1,v3,v4,v5,v6,v7,v8,v9]\n",
    "sdof_a = [a1,a3,a4,a5,a6,a7,a8,a9]\n",
    "mse_d = [np.sqrt(np.sum((d - d2) ** 2) / len(d1)) for d in sdof_d]\n",
    "mse_v = [np.sqrt(np.sum((v - v2) ** 2) / len(d1)) for v in sdof_v]\n",
    "mse_a = [np.sqrt(np.sum((a - a2) ** 2) / len(d1)) for a in sdof_a]\n",
    "plot_obj = [mse_d,mse_v,mse_a]\n",
    "xticklabels = [\"duhamel\",\"OpenSees-Newmark-1\",\"Difference\",\"Newmark-1\",\"Newmark-2\",\"Newmark-3\",\"Newmark-4\",\"FFT\"]\n",
    "ylabels = ['d',\"v\", 'a']\n",
    "fig, axs = plt.subplots(3,1, figsize=(16,12))\n",
    "for i in range(3):\n",
    "    ax = axs[i]\n",
    "    h = ax.bar(range(len(mse_a)), plot_obj[i], lw=2, color=\"#0099e5\")\n",
    "    ax.bar_label(h, padding=3)\n",
    "    ax.set_xticks(range(len(mse_a)))\n",
    "    ax.set_xticklabels(xticklabels,fontsize=16,rotation=20)\n",
    "    ax.set_ylabel(ylabels[i], fontsize=20)\n",
    "    ax.tick_params(labelsize=15)\n",
    "plt.subplots_adjust(hspace=0.5)\n",
    "plt.show();"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "结果自行比较吧，FFT似乎挺准的，纽马克法-3也不错，而且我们实现的纽马克和OpenSees中的纽马克基本差不多(不一样应该是计算机舍入误差)。此外，纽马克对加速度响应作了太多假定了。\n",
    "\n",
    "其实杜哈梅积分和中心差分可以更准，我们这里用的是地震波的时间步，也就是大家都用的相同的时间步。如果你把这两个方法的时间步加密，你会发现它们准的可怕，但是时间会让你痛苦。见下面"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 运行时间"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1152x864 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "xticklabels = [\"duhamel\",\"nigam_jennings\",\"OpenSees-Newmark-1\",\"Difference\",\"Newmark-1\",\"Newmark-2\",\"Newmark-3\",\"Newmark-4\",\"FFT\"]\n",
    "fig, ax = plt.subplots( figsize=(16,12))\n",
    "h = ax.bar(range(len(excute_time)), excute_time, color=\"#0099e5\")\n",
    "ax.bar_label(h, padding=3)\n",
    "ax.set_xticks(range(len(excute_time)))\n",
    "ax.set_xticklabels(xticklabels,fontsize=16,rotation=20)\n",
    "ax.set_ylabel(\"excute time(s)\", fontsize=20)\n",
    "ax.tick_params(labelsize=15)\n",
    "plt.subplots_adjust(hspace=0.5)\n",
    "plt.show();"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "杜哈梅积分这恐怖的运行时间，以后看看能不能优化代码。\n",
    "\n",
    "最后可以看出，快速傅里叶变换毫无悬念胜出，一个2674个点的地震波用了0.001秒，而且还准。我们还在函数中作了三次逆傅里叶变换，位移，速度和加速度各一次。\n",
    "\n",
    "以后求反应谱我们还是用 FFT 吧。\n",
    "\n",
    "最后，我们应该替python辩解一下，纯python或许很慢，但python并不一定慢，因为我们有numpy。"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 动画演示"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "最养眼的时刻到了，我们用 vedo 作个动画看看。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " ━━━━━━━━━━━━━━━━━━━━━━\u001b[2m                               elapsed: 49s (13.7 it/s)        \n",
      " \\save video saved as sdof_move.gif\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<vedo.plotter.Plotter at 0x182ee364ca0>"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "\n",
    "\"\"\"Simulation of an SDOF system under earthquake\"\"\"\n",
    "from vedo import *\n",
    "\n",
    "settings.allowInteraction = True  # allow mouse interaction while playing\n",
    "\n",
    "# 注意下我们前面的最大响应大约是0.04m，要根据这个值设定大小尺寸\n",
    "L = 0.0    # spring x position at rest\n",
    "x0 = 0.05  # 小块子的位置\n",
    "cube_l = 0.01\n",
    "surface_shape = (0.12, 0.002, 0.05)   # 底面\n",
    "wall_shape = (0.002, 0.05, 0.05)      # 背墙\n",
    "# initial conditions\n",
    "x = vector(x0, cube_l/2+surface_shape[1], 0)\n",
    "sx0 = vector(0, cube_l/2+surface_shape[1], 0)\n",
    "\n",
    "plt = Plotter(size=(1050, 600))\n",
    "plt += Box(pos=(surface_shape[0]/2, 0, 0), length=surface_shape[0], width=surface_shape[1], height=surface_shape[2])  # 底面\n",
    "plt += Box(pos=(0, wall_shape[1]/2-surface_shape[1], 0), length=wall_shape[0], width=wall_shape[1], height=wall_shape[2])  # 背墙\n",
    "\n",
    "block = Cube(pos=x, side=cube_l, c=\"tomato\")   # 单自由度块\n",
    "#block.addTrail(offset=[0, cube_l, 0], lw=2, n=500)\n",
    "\n",
    "spring = Spring(sx0, x, r=0.002, thickness=0.001)   # 弹簧\n",
    "\n",
    "plt += [block, spring, __doc__]\n",
    "\n",
    "video = Video(\"sdof_move.gif\", fps=24, backend='ffmpeg') # backend='opencv'\n",
    "pb = ProgressBar(0, len(d2)-2000, c=\"r\")  # 我这里减去了2000个点，快一点,可以全部恢复\n",
    "for i in pb.range():\n",
    "    xnew = vector(x0+d2[i], cube_l/2+surface_shape[1], 0)  # position\n",
    "    block.pos(xnew)  # update block position and trail\n",
    "    spring.stretch(sx0, xnew)  # stretch helix accordingly\n",
    "\n",
    "    plt.show(elevation=0.02, azimuth=0.1,interactive=False, zoom=1.5) # elevation=0.1, azimuth=0.1 旋转相机，不旋转去掉\n",
    "    video.addFrame()\n",
    "    if plt.escaped: break # if ESC is hit during the loop\n",
    "    pb.print()\n",
    "video.close() \n",
    "plt.interactive()"
   ]
  }
 ],
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